Modeling the Characteristics of the Stabilization Circuit of a Hypothetical Dynamic System

Sergii M. Korotin, A. Salii, Yurii P. Tselischev, Ivan P. Korovin, A. Kotsiuruba, Yurii M. Kolomiets
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Abstract

In the article presents the process of modeling the characteristics of the stabilization chain of a hypothetical dynamic system, based on solving a system of dynamic and kinematic differential equations. The application of this model makes it possible to determine the requirements for aerodynamic, traction and mass-inertial characteristics, improve the control algorithm, develop requirements for the control system components, adjust the control algorithm taking into account the real characteristics of control systems and the guidance scheme of a hypothetical dynamic system. The authors obtained the structure and parameters of a robust controller in the control object pitch angle stabilization loop. The article presents the results of mathematical and software modeling of the dynamic characteristics of the stabilization circuit when changing the parameters of the control object.
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一个假想动态系统的稳定电路特性建模
本文在求解一个动力学微分方程和运动学微分方程的基础上,对一个假设的动力系统的稳定链的特性进行了建模。该模型的应用可以确定对气动、牵引和质量惯性特性的要求,改进控制算法,制定对控制系统组件的要求,根据控制系统的实际特性和假设的动态系统的制导方案对控制算法进行调整。给出了控制对象俯仰角稳定回路中鲁棒控制器的结构和参数。本文给出了当控制对象参数改变时稳定电路动态特性的数学和软件建模结果。
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